IIT JEE Mains Course – 800+ Hours for Class 11 & 12
- Description
- Curriculum
- Reviews

About the Course:
Prepare to ace the IIT JEE Mains with our comprehensive 2-year course for Class 11 & 12 students, designed by top educators to give you a solid edge in one of India’s toughest entrance exams. This all-in-one course offers:
✅ 800+ Hours of High-Quality Video Lectures
- In-depth coverage of Physics, Chemistry, and Mathematics
- Concept clarity and advanced problem-solving techniques
✅ 4000+ Solved Practice Questions
- Carefully curated to match the latest JEE Mains pattern
- Covers all difficulty levels, from fundamentals to advanced
✅ 3000+ Solved Previous Year Questions (PYQs)
- Detailed video solutions for the last 10+ years of JEE Mains papers
- Understand exam trends and question formats
✅ Live Doubt-Clearing Sessions
- Regular interaction with subject experts
- Get real-time solutions and concept reinforcement
✅ Personalized Mentorship & Study Plans
- 1-on-1 guidance to track progress and boost weak areas
- Smart strategies tailored to individual learning pace
Study Material:
115 Fully Solved Topic Wise Practice Tests,25000+ Questions in Practice Sheets with their Solutions.
Solved Previous 10 Years Chapterwise Questions, 90+ Mind Maps, Self-Asswssment Quizzes, Exercises on NCERT & State Board based, Concept Builder & Brain Booster, Competition, Corner.
Test System:
97 JEE Mains Topic Wise Tests, 94 JEE Advanced Topic Wise Tests, Full and Half Syllabus Tests, Regular Review Tests, Solved Previous 10 Years Chapterwise Questions, JEE Mains Mock Tests, JEE Advanced Mock Tests, Personalised Doubt Solving.
Whether you’re starting fresh in Class 11 or strengthening your base in Class 12, this course equips you with the right tools, discipline, and mentorship to crack the JEE Mains confidently
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1TESTS
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2Practice Test 4
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3Demo and Course Content
What you will learn: A demo class and Course content
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4maths formula
- [pmath size=24]S(f)(t)=a_{0}+sum{n=1}{+infty}{a_{n} cos(n omega t)+b_{n} sin(n omega t)}[/pmath]
- [pmath size=24]delim{lbrace}{matrix{3}{1}{{3x-5y+z=0} {sqrt{2}x-7y+8z=0} {x-8y+9z=0}}}{ }[/pmath]
- [pmath size=24]delim{|}{{1/N} sum{n=1}{N}{gamma(u_n)} - 1/{2 pi} int{0}{2 pi}{gamma(t) dt}}{|} <= epsilon/3[/pmath]
- [pmath size=24]vec{Del}f(x,y) ~ = ~ {partial{f}}/{partial{x}}hat{i} ~ + ~ {partial{f}}/{partial{y}} hat{j}[/pmath]
- [pmath size=24]{Del}f(x,y) ~ = ~ {partial{f}}/{partial{x}}i ~ + ~ {partial{f}}/{partial{y}} j[/pmath]
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5Mock Test 1
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6Practice Test-1
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7Practice Test -2
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8Practice Test-3